What is the simplest form of the radical expression #4^3sqrt(3x)+5^3sqrt(10x)#?

1 Answer
Jan 14, 2018

Answer:

#color(blue)(sqrt(x)[" "4^3sqrt(3)+5^3sqrt(10)" "]#

Explanation:

Given:

#color(red)(4^3sqrt(3x)+5^3sqrt(10x))#

#4^3sqrt(3)sqrt(x)+5^3sqrt(10)sqrt(x)#

We can see that #color(blue)(sqrt(x))# is common factor for both terms

Hence, after factoring out the common factor, we have

#color(blue)(sqrt(x)[" "4^3sqrt(3)+5^3sqrt(10)" "]#

Hope you find this solution useful.